A pair of symmetric dual nonlinear fractional programming problems is presented and duality theorems are established under pseudoinvexity-pseudoincavity (and invexity-incavity, respectively) type assumptions on the kernel function. Special cases are particularly discussed to show that this paper extends some work appeared in this area.Department of Applied Mathematic
This article studies a pair of higher order nondifferentiable symmetric fractional programming probl...
AbstractMaking use of a strong duality theorem for nonlinear programs involving n-set functions, we ...
We establish duality results under generalized convexity assumptions for a multiobjective nonlinear ...
AbstractA pair of symmetric dual nonlinear fractional programming problems is presented and duality ...
AbstractWe introduce a symmetric dual pair for a class of nondifferentiable multi-objective fraction...
Abstract. This article is concerned with a pair of second-order symmetric duals in the context of no...
Abstract. In this present article we have given some mathematical fractional programming problems wi...
In this paper, a dual of a given linear fractional program is defined and the weak, direct and conve...
In this paper, a dual of a given linear fractional program is defined and the weak, direct and conve...
AbstractWe introduce a symmetric dual pair for a class of nondifferentiable multi-objective fraction...
AbstractWe introduce a symmetric dual for multiobjective fractional variational problems. Under cert...
AbstractWe present some equivalences between some symmetric dualities in nonlinear programming and s...
AbstractIn this paper, we establish two theorems of alternative with generalized subconvexlikeness. ...
AbstractThe nonlinear fractional programming problem is considered. The functions involved in the ob...
We establish duality results under generalized convexity assumptions for a multiobjective nonlinear ...
This article studies a pair of higher order nondifferentiable symmetric fractional programming probl...
AbstractMaking use of a strong duality theorem for nonlinear programs involving n-set functions, we ...
We establish duality results under generalized convexity assumptions for a multiobjective nonlinear ...
AbstractA pair of symmetric dual nonlinear fractional programming problems is presented and duality ...
AbstractWe introduce a symmetric dual pair for a class of nondifferentiable multi-objective fraction...
Abstract. This article is concerned with a pair of second-order symmetric duals in the context of no...
Abstract. In this present article we have given some mathematical fractional programming problems wi...
In this paper, a dual of a given linear fractional program is defined and the weak, direct and conve...
In this paper, a dual of a given linear fractional program is defined and the weak, direct and conve...
AbstractWe introduce a symmetric dual pair for a class of nondifferentiable multi-objective fraction...
AbstractWe introduce a symmetric dual for multiobjective fractional variational problems. Under cert...
AbstractWe present some equivalences between some symmetric dualities in nonlinear programming and s...
AbstractIn this paper, we establish two theorems of alternative with generalized subconvexlikeness. ...
AbstractThe nonlinear fractional programming problem is considered. The functions involved in the ob...
We establish duality results under generalized convexity assumptions for a multiobjective nonlinear ...
This article studies a pair of higher order nondifferentiable symmetric fractional programming probl...
AbstractMaking use of a strong duality theorem for nonlinear programs involving n-set functions, we ...
We establish duality results under generalized convexity assumptions for a multiobjective nonlinear ...